Spreadsheets With Microsoft Excel ® as an example

Reading Chapter One and Three

Exercises Those in the text of chapters one and three. The “Problems” section is not required.

Purpose Originally for Accounting & Forecasting Currently for all types of computation. In addition: –Used for database retrieval –Used for data collection & Forms

Capabilities Formatting Data Intelligent Data Entry Common Interface Calculations Charts & Graphs Programming Database Functions

Formatting Data The ability to get data to look the way you need it to. –Esthetic values Good presentations –Can go beyond esthetics Significant Digits Important values displayed in alternate format

Intelligent Data Entry Protect from Unreasonable Values –By Type –By Range Give intelligent Defaults –Duplicates earlier entries that have the same starting letters.

Common Interface Single interface for a variety of applications –Most engineers know spreadsheets Today that means Excel® –Convenient interface for numbers –On most computers in large firms - and WSU

Calculations Makes Creating a Set of Calculations Easy –Lots of built in functions –Easy to check portions of calculations Perform Small to Medium Complexity Calculations –Truly large calculations require dedicated programs.

Charts & Graphs Excel provides a multitude of charts and graphs for presenting results. –Bar Charts, Line Graphs, Scatter Plots, and many, many more. –Easy to generate from existing data. –Makes data visualization easy.

Programming Excel is extensible through its programming language. –Excel provides a consistent interface. –The programming language allows the generation of small to very large programs. –Programming is done in Visual Basic

Database Functions A spreadsheet can be used as a database table. –A worksheet can be a full blown database. –Queries can be performed on small to medium data sets. –Dedicated databases can be queried to fill the spreadsheet.

Excel’s Parts Worksheet Row and Column Indicator Cell –Contents are data or formula –Address Current Cell Indicator Formula Bar

More Parts Workbook –Contains Worksheets and Charts Current Sheet

Limits Rows: 65, 536 Columns: 256 Formula Length: 1024 Chars. Text Length: 32,000 chars. Sheets in Workbook: Memory. Last Date Allowed: Jan. 1st, 9999 Number of Colors: 56

Effect of Limits Some problems cannot be handled because of size. Some problems cannot be handled because of computational complexity (how long they run). Rarely a problem in the work world. (But be aware!)

Simple Example Adding 2 and 2 Type = into cell Follow = with Result is displayed in cell.

What happened? The equal sign indicates its an equation. The plus sign is an operator, adding the values to the right and left of it. So, the cell becomes equal to 2 + 2

More complex = / 10 ^ 2 What happened? Order of Precedence of Operators –Rewrite as: =((2+3)/10)^2

Order of Precedence of Operators ( ) - ^ * / + - Negation isn’t subtraction. Be careful: This is a common source of errors.

Adding variable values Variables are necessary for general solutions Cells can be referenced by formulas by including their address. –Address is the column and row indicator.

Quadratic Formula Becomes: =(-b+(b^2-4*a*c)^0.5)/(2*a)

Variables =(-b+(b^2-4*a*c)^0.5)/(2*a) a, b, and c are variables. In a spreadsheet we can: –Replace them with constants –Use cell addresses, or –Create named cells (later class)

Cell Addresses Cell Column (a letter or two) Cell Row (a number) A4 is the cell in column A, row 4 B6 is the cell in column B, row 6

Rewriting the Formula Given the spreadsheet We get: =(-E2+(E2^2-4*D2*F2)^0.5)/(2*D2)

Moving Formulas If you fill down the formula and move it, the address change to refer to cells in the same relative position. This is nice for making tables. If we copy the previous address down one cell we get: =(-E3+(E3^2-4*D3*F3)^0.5)/(2*D3)

What if we don’t want this? The $ is a “protector”. Any address with $ in it does not change when moved. – =A1 moved down one cell becomes =A2 – =$A$1 moved down one cell becomes =$A$1

Functions Excel has built in functions for many tasks: =COS(B7) –Gives the cosine of the value held in cell B7 NOW() –Gives the current time. SQRT(A17) –Gives the square root of A17

Range Functions Some functions take a series of values. Excel calls this a range. =SUM(A1:G7) –Sums the values of the cells in the A1:G7 block. =AVERAGE(A:A) –Sums all the values in column A

Range Addresses Ranges are rectangular blocks of cells. They are defined by two cells addresses split by a colon. –These cells form the corners of the block. They can be any size from one cell to thousands.

Example: Grade Book Traditional grades are averaged, or subsets of the grades are averaged and the results given a weight. How would this work with the tools we have seen so far?

Array “Functions” Some function return multiple values. –Frequency counts are an example. –Takes a range of values, and a range of bins, and returns a range telling how many values are in each bin.

Next Time Charts and Graphs Macros